NATURAL BUOYANT GRAVITY ENERGY RETRIEVAL BY BUOYANT EXPANDER INVENTION OF BUOYANT GRAVITY POWER GENERATOR

摘要

It has been dream of the physicist to convert freely available natural gravitational power to utilize for power generation. Till date the feat could not be achieved. Every source of energy has some limitation as explained above except natural freely available gravitational power which is continuously available irrespective of length of use and weather condition. The invention demonstrates conversion of buoyant gravitational force to buoyant gravity power in generating electricity as a continuous source of energy by buoyant expander.. Retrievable buoyant force (Fbnet) by which work can be done during vertical movement to surface of the water Fbnet, = [( ρVble-5)-6πμdV-CD0.5 ρA2v2] Kg (25) Where A2= cross sectional area normal to the vertical movement of buoyant expander A2= (length of buoyant cylinder in extended position X diameter of external cylinder) + (0.5 area of circle of diameter d2) Length of buoyant cylinder in extended position = (I + le) m A2 = [(I + le)*(d2/2) + 0.5π(d2/2)2] m2 (26) X = depth at which buoyant expander is expanded in metre (m) V= velocity of movement of buoyant expander in m/s Work could be done by the Retrievable buoyant force (Fbnet) during vertical movement to surface of the water. = Fbnet (X-d2/2) Kgm=W1 W1=(X - d2/2) [(ρVble-5)-6πμdV-CD X0.5 ρ A2v2] Kgm (27) Net Natural Buoyant Gravitational energy(Wnnbger) retrieved through this mechanism can be expressed by Wnnbger = [W1- Wc(d2)- We(x) ] Kgm We(x)= le [x*A1*ρ*k+6πμdV +CD 0.5 ρAv2 ] Kgm in SI unit (21) W1 = (X- d2/2) [(ρVble-5)-6πμdV-CD X0.5 ρ A2v2] Kgm (27) Wc(d2)= le [d2/2*A1*ρ*k+6πμdV] as per equation (29)